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- W2781880360 abstract "For an integer $ngeq 2$, let NCSL$(n)$ denote the set of sizes of congruence lattices of $n$-element semilattices. We find the four largest numbers belonging to NCSL$(n)$, provided that $n$ is large enough to ensure that $|$NCSL$(n)|geq 4$. Furthermore, we describe the $n$-element semilattices witnessing these numbers." @default.
- W2781880360 created "2018-01-12" @default.
- W2781880360 creator A5070558748 @default.
- W2781880360 date "2018-01-04" @default.
- W2781880360 modified "2023-09-27" @default.
- W2781880360 title "Finite semilattices with many congruences" @default.
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